@keyframes rwdcur52936 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 25, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAr0lEQVRoge3VwYmFUAyF4d+nIC5ERLmrmwrSw+3GAqzHtV0KmcXAMA1EeHC+AnI4JBAQEREREREREfmvtRZv5HwyhrbWIiJeKTFkDHV3IoLneTCzuO+7y8iBpA3UWjEz9n1nmqbUTaQUKKVQSmGeZ4ZhIPOcUgocx9EB9H3Psiy4O+6eEZVTAH5LjOPIuq6YGbXWlJy0AgDneXbbtv2d1Ne6ruuVnyAiIiIiIiJv+gEatCOFHEor4wAAAABJRU5ErkJggg==) 24 25, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRoge2YQa6iQBCGf4ZODCGECIaVbt1wBzyIaw/ASTyAay7iHdy4dmU0KiyABFOzeNMvgDJPoGAySX87IxT1N39XVwEoFAqFQqF4JQgCGuM5v4YIGgQBEdEoIgR3wPV6TYZhQAgBTdOw3++5H1GBVUAQBGQYBmazGSzL4gzdCJsAaRshBCzLgud5XKH/CvseyLIMeZ4DADabjcYdvw67gCRJEMdxY/KfbOw2m59thaSF/mzcxuQ5rinDsgdWqxUR/bxovu+DiFAUBRaLBUVRVEmwSwXrLUCu2CcC5vM5gC+bXS6XF6t0qWC9BMjkP6Vcme73+4voLhWslwBpiTJN9gCA8/kMAEjTFKZpwvf9yv+2bUPXdQCfV7BeAqQlypTtUd+Ep9MJRATTNGEYBhzHqdyr6zomk0mr8ttLQNOrlvaoizgcDiAi+L4Px3He3t/27OhdRne7XcVD1+sVt9sNj8cDRVEgTVNEUaSVK4xt25hOp3Bdt1fyAOM5INlut5TnOZ7P57edjscjlsvld4WRVgnDsPfz2U/iMAw113XheR4sy4IQAvUeyXVdluSBgeYBaYU8z5FlGYDheqRBBABfScZxjCRJAPzcI3Vl8G6xbW/TlsHewFgoAf8a9qG+zBgDPvtQX/49xoDPPtRXgo8w4LMJeNdad2mP28Im4F1r3aU9bgubgCabDP1phTV4vbUe47uQQqFQKBT/Nb8BzPoI1yc+X3MAAAAASUVORK5CYII=) 24 25, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
}
div.testarea{
animation:rwdcur52936 1s linear infinite forwards;
}
